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answer the question for 25 rep(open)
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answer the question for 25 rep(open)Posted:
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Joined: May 17, 201014Year Member
Posts: 6,839
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Status: Offline
Joined: May 17, 201014Year Member
Posts: 6,839
Reputation Power: 311
ok every day ima ask random questions, the person that gets it right receives rep
this is how the rep works
easy question=10 rep
medium difficulty question=25 rep
hard question=50 rep
rules
1 guess per question, anyone who breaks this rule will receive -50 rep and reported
i would like to keep this active, if the mods let me anyway
so every time a question gets answered the person that answered it first will receive the rep, will keep updating until i run out of rep
New question
25 rep question
which famous stand up comedian was in a band with gerry rafferty when he was younger
Last edited by Canning87 ; edited 7 times in total
this is how the rep works
easy question=10 rep
medium difficulty question=25 rep
hard question=50 rep
rules
1 guess per question, anyone who breaks this rule will receive -50 rep and reported
i would like to keep this active, if the mods let me anyway
so every time a question gets answered the person that answered it first will receive the rep, will keep updating until i run out of rep
New question
25 rep question
which famous stand up comedian was in a band with gerry rafferty when he was younger
Last edited by Canning87 ; edited 7 times in total
#2. Posted:
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1.2
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#3. Posted:
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Joined: May 17, 201014Year Member
Posts: 6,839
Reputation Power: 311
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Posts: 6,839
Reputation Power: 311
no your wrong brendan<3
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#4. Posted:
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Posts: 276
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q to the p sasuke thats the answer ::
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#5. Posted:
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Joined: Jun 16, 200915Year Member
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Posts: 2,540
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Limit of exp(x) w.r.t. x at point inf (minus) = inf
Limit of exp(x)/x w.r.t. x at point inf (minus) = inf
Limit of exp(x)/x w.r.t. x at point inf (two-sided) = inf
Limit of (log(1+x)-ln2)/(x-1) w.r.t. x at point 1 (two-sided) = infinity Is ln2 positive, negative, or zero?
negative
Limit of (2*sin(4*x))/(9*%pi*cos(x)) w.r.t. x at point 0 (two-sided) = 0
Limit of (2*sin(4*x))/(9*%pi*x) w.r.t. x at point 0 (two-sided) = 8/(9*%pi)
Limit of 1/(1+2^(1/x)) w.r.t. x at point 0 (plus) = 0
Limit of (log(1+x)-ln2)/(x-1) w.r.t. x at point 0 (plus) = ln2
Limit of exp(-x^2/2) w.r.t. x at point inf (two-sided) = 0
Limit of exp(-x^2/2)/x w.r.t. x at point inf (two-sided) = 0
Limit of (2*n-5)/6^n w.r.t. n at point inf (plus) = 0
Limit of (2*(n+1)-5)*6^n)/(6^(n+1)*(2*n-5) w.r.t. n at point inf (plus) = (2*n*6^n-3*6^n)/plus
Limit of (2*(n+1)-5)*6^n)/(6^(n+1)*(2*n-5) w.r.t. n at point inf (two-sided) = (2*n*6^n-3*6^n)/inf
Limit of ((2*(n+1)-5)*6^n)/(6^(n+1)*(2*n-5)) w.r.t. n at point inf (two-sided) = 1/6
Limit of (2*n-5)^(1/n) w.r.t. n at point inf (two-sided) = 1
Limit of (9*%pi)*(2*sin(4*x)/cos(x)) w.r.t. x at point 0 (two-sided) = 0
Limit of (9/%pi)*(2*sin(4*x)/cos(x)) w.r.t. x at point 0 (two-sided) = 0
Limit of sin(x)/x w.r.t. x at point 0 (two-sided) = 1
Limit of log(x^3+1)/x w.r.t. x at point inf (two-sided) = 0
Limit of log(x)*log(x+1) w.r.t. x at point 0 (plus) = 0
Limit of log(x+1)/x w.r.t. x at point inf (two-sided) = 0
Limit of (x+3)/(tan((%pi)+(%pi*x))) w.r.t. x at point -3 (two-sided) = 1/%pi
Limit of log(x^6+1)/x w.r.t. x at point inf (two-sided) = 0
Limit of log(x^60+1)/x w.r.t. x at point inf (two-sided) = 0
Limit of log(x^60+10)/x w.r.t. x at point inf (two-sided) = 0
Limit of log(x) w.r.t. x at point 0 (plus) = minf
Limit of log(x)*log(x+1) w.r.t. x at point 0 (plus) = 0
Limit of ((x-2)*sin(x))/(x^2-5*x+6) w.r.t. x at point 2 (minus) = -sin(2)
Limit of ((x-2)*sin(x))/(x^2-5*x+6) w.r.t. x at point 2 (plus) = -sin(2)
Limit of erf(x+1)-erf(x) w.r.t. x at point inf (two-sided) = 0
Limit of erf(x+1)-erf(x) w.r.t. x at point inf (two-sided) = 0
Limit of erf(x+1)-erf(x) w.r.t. x at point inf (plus) = 0
Limit of erf(x+1)-erf(x) w.r.t. x at point inf (plus) = 0
Limit of erf(x+1)-erf(x) w.r.t. x at point inf (minus) = 0
Limit of erf(x+1)-erf(x) w.r.t. x at point inf (minus) = 0
Limit of erf(x+1)-erf(x) w.r.t. x at point 0 (two-sided) = erf(1)
Limit of erf(x+1)-erf(x) w.r.t. x at point 0 (two-sided) = erf(1)
Limit of ((2^x)-(3^x))/(1-(4^x)) w.r.t. x at point 0 (two-sided) = log(3)/log(4)-log(2)/log(4)
Limit of (5*(%e^n)-1)/(1-3*%e^n) w.r.t. x at point inf (two-sided) = 5*%e^n/(1-3*%e^n)-1/(1-3*%e^n)
Limit of (5*(%e^n)-1)/(1-3*%e^n) w.r.t. n at point inf (two-sided) = -5/3
Limit of sin(x) w.r.t. x at point %pi (plus) = 0
Limit of 1/x w.r.t. x at point inf (two-sided) = 0
Limit of sin(x)/x w.r.t. x at point inf (two-sided) = 0
Limit of sqrt(3)*sqrt(%pi)*erf((x+3)/sqrt(3))/2 w.r.t. x at point inf (two-sided) = sqrt(3)*sqrt(%pi)/2
Limit of log(((n+2)^2008-(n+1)^2008)/(2008*n^2007)) w.r.t. x at point inf (two-sided) = log((n+2)^2008/(2008*n^2007)-(n+1)^2008/(2008*n^2007))
Limit of sqrt(3)*sqrt(%pi)*erf((x+3)/sqrt(3))/2 w.r.t. x at point inf (plus) = sqrt(3)*sqrt(%pi)/2
Limit of log(((n+2)^2008-(n+1)^2008)/(2008*n^2007)) w.r.t. x at point inf (two-sided) = log((n+2)^2008/(2008*n^2007)-(n+1)^2008/(2008*n^2007))
Limit of sqrt(3)*sqrt(%pi)*erf((x+3)/sqrt(3))/2 w.r.t. x at point inf (minus) = sqrt(3)*sqrt(%pi)/2
Limit of (((x+2)^2008-(x+1)^2008)/(2008*x^2007)) w.r.t. x at point inf (two-sided) = 1
I Win
Limit of exp(x)/x w.r.t. x at point inf (minus) = inf
Limit of exp(x)/x w.r.t. x at point inf (two-sided) = inf
Limit of (log(1+x)-ln2)/(x-1) w.r.t. x at point 1 (two-sided) = infinity Is ln2 positive, negative, or zero?
negative
Limit of (2*sin(4*x))/(9*%pi*cos(x)) w.r.t. x at point 0 (two-sided) = 0
Limit of (2*sin(4*x))/(9*%pi*x) w.r.t. x at point 0 (two-sided) = 8/(9*%pi)
Limit of 1/(1+2^(1/x)) w.r.t. x at point 0 (plus) = 0
Limit of (log(1+x)-ln2)/(x-1) w.r.t. x at point 0 (plus) = ln2
Limit of exp(-x^2/2) w.r.t. x at point inf (two-sided) = 0
Limit of exp(-x^2/2)/x w.r.t. x at point inf (two-sided) = 0
Limit of (2*n-5)/6^n w.r.t. n at point inf (plus) = 0
Limit of (2*(n+1)-5)*6^n)/(6^(n+1)*(2*n-5) w.r.t. n at point inf (plus) = (2*n*6^n-3*6^n)/plus
Limit of (2*(n+1)-5)*6^n)/(6^(n+1)*(2*n-5) w.r.t. n at point inf (two-sided) = (2*n*6^n-3*6^n)/inf
Limit of ((2*(n+1)-5)*6^n)/(6^(n+1)*(2*n-5)) w.r.t. n at point inf (two-sided) = 1/6
Limit of (2*n-5)^(1/n) w.r.t. n at point inf (two-sided) = 1
Limit of (9*%pi)*(2*sin(4*x)/cos(x)) w.r.t. x at point 0 (two-sided) = 0
Limit of (9/%pi)*(2*sin(4*x)/cos(x)) w.r.t. x at point 0 (two-sided) = 0
Limit of sin(x)/x w.r.t. x at point 0 (two-sided) = 1
Limit of log(x^3+1)/x w.r.t. x at point inf (two-sided) = 0
Limit of log(x)*log(x+1) w.r.t. x at point 0 (plus) = 0
Limit of log(x+1)/x w.r.t. x at point inf (two-sided) = 0
Limit of (x+3)/(tan((%pi)+(%pi*x))) w.r.t. x at point -3 (two-sided) = 1/%pi
Limit of log(x^6+1)/x w.r.t. x at point inf (two-sided) = 0
Limit of log(x^60+1)/x w.r.t. x at point inf (two-sided) = 0
Limit of log(x^60+10)/x w.r.t. x at point inf (two-sided) = 0
Limit of log(x) w.r.t. x at point 0 (plus) = minf
Limit of log(x)*log(x+1) w.r.t. x at point 0 (plus) = 0
Limit of ((x-2)*sin(x))/(x^2-5*x+6) w.r.t. x at point 2 (minus) = -sin(2)
Limit of ((x-2)*sin(x))/(x^2-5*x+6) w.r.t. x at point 2 (plus) = -sin(2)
Limit of erf(x+1)-erf(x) w.r.t. x at point inf (two-sided) = 0
Limit of erf(x+1)-erf(x) w.r.t. x at point inf (two-sided) = 0
Limit of erf(x+1)-erf(x) w.r.t. x at point inf (plus) = 0
Limit of erf(x+1)-erf(x) w.r.t. x at point inf (plus) = 0
Limit of erf(x+1)-erf(x) w.r.t. x at point inf (minus) = 0
Limit of erf(x+1)-erf(x) w.r.t. x at point inf (minus) = 0
Limit of erf(x+1)-erf(x) w.r.t. x at point 0 (two-sided) = erf(1)
Limit of erf(x+1)-erf(x) w.r.t. x at point 0 (two-sided) = erf(1)
Limit of ((2^x)-(3^x))/(1-(4^x)) w.r.t. x at point 0 (two-sided) = log(3)/log(4)-log(2)/log(4)
Limit of (5*(%e^n)-1)/(1-3*%e^n) w.r.t. x at point inf (two-sided) = 5*%e^n/(1-3*%e^n)-1/(1-3*%e^n)
Limit of (5*(%e^n)-1)/(1-3*%e^n) w.r.t. n at point inf (two-sided) = -5/3
Limit of sin(x) w.r.t. x at point %pi (plus) = 0
Limit of 1/x w.r.t. x at point inf (two-sided) = 0
Limit of sin(x)/x w.r.t. x at point inf (two-sided) = 0
Limit of sqrt(3)*sqrt(%pi)*erf((x+3)/sqrt(3))/2 w.r.t. x at point inf (two-sided) = sqrt(3)*sqrt(%pi)/2
Limit of log(((n+2)^2008-(n+1)^2008)/(2008*n^2007)) w.r.t. x at point inf (two-sided) = log((n+2)^2008/(2008*n^2007)-(n+1)^2008/(2008*n^2007))
Limit of sqrt(3)*sqrt(%pi)*erf((x+3)/sqrt(3))/2 w.r.t. x at point inf (plus) = sqrt(3)*sqrt(%pi)/2
Limit of log(((n+2)^2008-(n+1)^2008)/(2008*n^2007)) w.r.t. x at point inf (two-sided) = log((n+2)^2008/(2008*n^2007)-(n+1)^2008/(2008*n^2007))
Limit of sqrt(3)*sqrt(%pi)*erf((x+3)/sqrt(3))/2 w.r.t. x at point inf (minus) = sqrt(3)*sqrt(%pi)/2
Limit of (((x+2)^2008-(x+1)^2008)/(2008*x^2007)) w.r.t. x at point inf (two-sided) = 1
I Win
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#6. Posted:
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Joined: Aug 17, 201014Year Member
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HAHAHA OWNED! OMG that kid is gettn plus rep
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#7. Posted:
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Infinity :arrow: :arrow:
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#8. Posted:
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MaGiiKZz wrote Limit of exp(x) w.r.t. x at point inf (minus) = inf
Limit of exp(x)/x w.r.t. x at point inf (minus) = inf
Limit of exp(x)/x w.r.t. x at point inf (two-sided) = inf
Limit of (log(1+x)-ln2)/(x-1) w.r.t. x at point 1 (two-sided) = infinity Is ln2 positive, negative, or zero?
negative
Limit of (2*sin(4*x))/(9*%pi*cos(x)) w.r.t. x at point 0 (two-sided) = 0
Limit of (2*sin(4*x))/(9*%pi*x) w.r.t. x at point 0 (two-sided) = 8/(9*%pi)
Limit of 1/(1+2^(1/x)) w.r.t. x at point 0 (plus) = 0
Limit of (log(1+x)-ln2)/(x-1) w.r.t. x at point 0 (plus) = ln2
Limit of exp(-x^2/2) w.r.t. x at point inf (two-sided) = 0
Limit of exp(-x^2/2)/x w.r.t. x at point inf (two-sided) = 0
Limit of (2*n-5)/6^n w.r.t. n at point inf (plus) = 0
Limit of (2*(n+1)-5)*6^n)/(6^(n+1)*(2*n-5) w.r.t. n at point inf (plus) = (2*n*6^n-3*6^n)/plus
Limit of (2*(n+1)-5)*6^n)/(6^(n+1)*(2*n-5) w.r.t. n at point inf (two-sided) = (2*n*6^n-3*6^n)/inf
Limit of ((2*(n+1)-5)*6^n)/(6^(n+1)*(2*n-5)) w.r.t. n at point inf (two-sided) = 1/6
Limit of (2*n-5)^(1/n) w.r.t. n at point inf (two-sided) = 1
Limit of (9*%pi)*(2*sin(4*x)/cos(x)) w.r.t. x at point 0 (two-sided) = 0
Limit of (9/%pi)*(2*sin(4*x)/cos(x)) w.r.t. x at point 0 (two-sided) = 0
Limit of sin(x)/x w.r.t. x at point 0 (two-sided) = 1
Limit of log(x^3+1)/x w.r.t. x at point inf (two-sided) = 0
Limit of log(x)*log(x+1) w.r.t. x at point 0 (plus) = 0
Limit of log(x+1)/x w.r.t. x at point inf (two-sided) = 0
Limit of (x+3)/(tan((%pi)+(%pi*x))) w.r.t. x at point -3 (two-sided) = 1/%pi
Limit of log(x^6+1)/x w.r.t. x at point inf (two-sided) = 0
Limit of log(x^60+1)/x w.r.t. x at point inf (two-sided) = 0
Limit of log(x^60+10)/x w.r.t. x at point inf (two-sided) = 0
Limit of log(x) w.r.t. x at point 0 (plus) = minf
Limit of log(x)*log(x+1) w.r.t. x at point 0 (plus) = 0
Limit of ((x-2)*sin(x))/(x^2-5*x+6) w.r.t. x at point 2 (minus) = -sin(2)
Limit of ((x-2)*sin(x))/(x^2-5*x+6) w.r.t. x at point 2 (plus) = -sin(2)
Limit of erf(x+1)-erf(x) w.r.t. x at point inf (two-sided) = 0
Limit of erf(x+1)-erf(x) w.r.t. x at point inf (two-sided) = 0
Limit of erf(x+1)-erf(x) w.r.t. x at point inf (plus) = 0
Limit of erf(x+1)-erf(x) w.r.t. x at point inf (plus) = 0
Limit of erf(x+1)-erf(x) w.r.t. x at point inf (minus) = 0
Limit of erf(x+1)-erf(x) w.r.t. x at point inf (minus) = 0
Limit of erf(x+1)-erf(x) w.r.t. x at point 0 (two-sided) = erf(1)
Limit of erf(x+1)-erf(x) w.r.t. x at point 0 (two-sided) = erf(1)
Limit of ((2^x)-(3^x))/(1-(4^x)) w.r.t. x at point 0 (two-sided) = log(3)/log(4)-log(2)/log(4)
Limit of (5*(%e^n)-1)/(1-3*%e^n) w.r.t. x at point inf (two-sided) = 5*%e^n/(1-3*%e^n)-1/(1-3*%e^n)
Limit of (5*(%e^n)-1)/(1-3*%e^n) w.r.t. n at point inf (two-sided) = -5/3
Limit of sin(x) w.r.t. x at point %pi (plus) = 0
Limit of 1/x w.r.t. x at point inf (two-sided) = 0
Limit of sin(x)/x w.r.t. x at point inf (two-sided) = 0
Limit of sqrt(3)*sqrt(%pi)*erf((x+3)/sqrt(3))/2 w.r.t. x at point inf (two-sided) = sqrt(3)*sqrt(%pi)/2
Limit of log(((n+2)^2008-(n+1)^2008)/(2008*n^2007)) w.r.t. x at point inf (two-sided) = log((n+2)^2008/(2008*n^2007)-(n+1)^2008/(2008*n^2007))
Limit of sqrt(3)*sqrt(%pi)*erf((x+3)/sqrt(3))/2 w.r.t. x at point inf (plus) = sqrt(3)*sqrt(%pi)/2
Limit of log(((n+2)^2008-(n+1)^2008)/(2008*n^2007)) w.r.t. x at point inf (two-sided) = log((n+2)^2008/(2008*n^2007)-(n+1)^2008/(2008*n^2007))
Limit of sqrt(3)*sqrt(%pi)*erf((x+3)/sqrt(3))/2 w.r.t. x at point inf (minus) = sqrt(3)*sqrt(%pi)/2
Limit of (((x+2)^2008-(x+1)^2008)/(2008*x^2007)) w.r.t. x at point inf (two-sided) = 1
I Win
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#9. Posted:
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is the answer infinty?
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#10. Posted:
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Joined: Mar 26, 201014Year Member
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Umm...how about you do your own homework? :bigups:
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